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DTSTART;VALUE=DATE:20260817
DTEND;VALUE=DATE:20260822
DTSTAMP:20260725T174523
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SUMMARY:OPSFA18
DESCRIPTION:18th Orthogonal Polynomials\, Special Functions and Applications – OPSFA-18 \nOPSFA-18 is the eighteenth in a series of biennial conferences devoted to Orthogonal Polynomials\, Special Functions and Applications\, with a special focus on topics such as integrable systems\, random matrix theory\, Painlevé equations\, exact WKB analysis\, stochastic models\, and other related areas. Contributions on additional related topics are also highly encouraged. \nSince 1984\, several conferences have been held where orthogonal polynomials\, special functions\, and their applications have been the main subjects. The first OPSFA conference took place in Bar-le-Duc\, France\, October 15-18\, 1984. Initially the conferences were held in Europe but now they take place on various continents. \nOPSFA-18 will be held at Hardy Hall on the Muromachi Campus of Doshisha University\, located in central Kyoto\, behind the historic Kyoto Imperial Palace\, from Monday afternoon\, August 17 – Friday\, August 21\, 2026. The campus is easily accessible—just a few minutes’ walk from Imadegawa Station on the Karasuma Subway Line\, with direct access from Kyoto Station in about 10 minutes. \n 
URL:https://orthonet.unizar.es/evento/opsfa18/
LOCATION:Muromachi Campus of Doshisha University\, Kyoto\, Japan
CATEGORIES:Congreso
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DTSTART;VALUE=DATE:20260902
DTEND;VALUE=DATE:20260906
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SUMMARY:Approximation Theory and Special Functions (ATSF 2026 - 9th Series)
DESCRIPTION:ATSF is an international conference series organized to bring together researchers from ALL areas of Approximation Theory and Special Functions to discuss new ideas and new applications. The series began in 2013 and gathers researchers worldwide\, with its 8th edition in 2024 hosting 250 scientists from 30 different countries. \n\n\n\nThe main topics (but not limited to): \n\nApproximation Theory: Classical approximation\, statistical approximation\, fuzzy approximation\, approximation in the complex plane\, best approximation\, linear and nonlinear approximation\, multivariate approximation\, neural networks\, numerical approximation\, rational approximation\, splines\, interpolation\, and their applications.\nSummability Theory: Statistical convergence\, regular summability methods\, power series methods\, sequence spaces\, divergent series\, Tauberian theorems\, summation processes\, matrix and integral methods for summability\, and their applications.\nApplied Mathematics: ODEs\, PDEs\, difference equations\, mathematical modeling\, dynamical systems\, numerical analysis\, oscillation\, stability theory\, control theory\, financial mathematics\, optimization\, probability and statistics\, stochastic process\, graph theory\, and their applications.\nSpecial Functions: Orthogonal polynomials\, hypergeometric series\, generating functions\, general orthogonal systems\, umbral calculus\, recurrence relations\, matrix-valued polynomials\, Fourier series\, special orthogonal functions\, special polynomials\, special functions in mathematical physics\, and their applications.\nAnalysis and Functions Theory: Harmonic analysis\, functional analysis\, geometric function theory\, fuzzy analysis\, operator theory\, spectral theory\, fixed point theory\, fractional calculus\, q-analysis\, number theory\, combinatorics\, cryptography and coding theory\, inequalities\, time scales\, and their applications.
URL:https://orthonet.unizar.es/evento/approximation-theory-and-special-functions-atsf-2026-9th-series/
CATEGORIES:Congreso
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